Author: Jaconaazar Souza Silva
Institution: Instituto Federal de Brasília – Campus Recanto das Emas
Position: Audiovisual Laboratory Technician
ORCID: 0009-0006-5388-8105
Updated Formalization of ELAS(t)
(as derived from the article “RNA-XC: Proposal of the Function ψ(t) for Measuring Subjective Symbolic Density Over Time”)
Revised Equation ELAS(t):
ELAS(t) = Θ ( ∫₀ᵗ [ α·Pₒ(s) + β·Δτ(s) + γ·σ(s) ] ds )
Explanation of Terms:
- ELAS(t): Symbolic Activation Limit Equation — determines if a Crônon has emerged based on subjective symbolic accumulation over time.
- ψ(t): Intensity function of subjective symbolic density, expanded into:
ψ(t) = α · Pₒ(t) + β · Δτ(t) + γ · σ(t)
Where:- Pₒ(t): Degree of ocular or attentional presence
- Δτ(t): Duration of meaningful pause at time t (in seconds)
- σ(t): Semantic weight of the symbolic content lived at time t
- α, β, γ: Calibration constants (between 0 and 1)
- Θ: Threshold function — either a step function or sigmoid, used to determine activation.
Interpretation:
- This formulation now integrates phenomenological inputs directly into a computable neural function.
- The equation models how subjective time, presence, and symbolism accumulate toward a threshold of existential intensity, formally marking the emergence of a Crônon.
- It allows AI systems to sense, not just predict — to activate meaning, not merely detect patterns.
Updated Keywords:
symbolic time, ψ(t), ELAS(t), subjective density, Crônon, RNA-XC, conscious neural architecture, phenomenological computing, threshold functions, symbolic AI
10.5281/zenodo.15207889